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Former BCAM PhD Student Peter Angerman Wins British Society of Rheology Vernon Harrison Award

Peter Angerman, former PhD student at BCAM, has been awarded the prestigious Vernon Harrison Award by the British Society of Rheology, which recognises the most distinguished PhD thesis in the field of rheology. Peter Angerman, former PhD student at BCAM, has been awarded the prestigious Vernon…

BCAM people

Imanol Gago Carro will defend his thesis on Wednesday, December 17th

  • The defence will take place at Sala Adela Moyua, Faculty of Science and Technology (EHU-Leioa) at 10:45

Imanol Gago Carro (Bilbao, 1992) has alw

Women in Science

More than one hundred students from Pagasarribide LHI (Bilbao) visit BCAM to take part in the OREskolak educational programme, part of the MSCA & Citizen project ‘ORE4CITIZENS’

  • Students became turbine detectives guided by Ana Fernández Navamuel, Principal Investigator of the project, discovering how science, technology and mathematics help u

BCAM people

BCAM Researchers Present Their Work at NeurIPS 2025

  • BCAM researchers Verónica Álvarez, Xabier de Juan, and Santiago Mazuelas attended the Thirty-Ninth Annual Conference on Neural Information Processing Systems (Neur

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A Bayesian state-space model for tool wear estimation in drilling of Inconel 718

Ponce Vanegas, F.; Artabe, A.; Polvorosa, R.; Espina-Navarro, R.; Fernández, A.; Lopez de Lacalle, N. (2026-01-01)

We study the evolution of tool wear during drilling of plates of Inconel~718 under different cutting speeds. As observable variable we use the spindle motor current, so no additional sensor system is required for monito...

Understanding Entanglement through the Lens of Quantifiable Algebraic Structures: Application to Bird Navigation

Imtiyaz, S.; Rodrigues, S. (2026-01-01)

We propose a unified mathematical meta-framework for long-distance navigation in birds, based on a bundle-theoretic representation of multisensory integration within evolving combinatorial structures. Various information str...

𝐿𝑝-ESTIMATES FOR SINGULAR INTEGRAL OPERATORS ALONG CODIMENSION ONE SUBSPACES

(2025-01-01)

𝑝

THE INITIAL-TO-FINAL-STATE INVERSE PROBLEM WITH UNBOUNDED POTENTIALS AND STRICHARTZ ESTIMATES

Caro, P.; Ruiz, A. (2025-01-01)

The initial-to-final-state inverse problem consists in determining a quantum Hamiltonian assuming the knowledge of the state of the system at some fixed time, for every initial state. We formulated this problem to establi...